Topic 5 - Radioactivity Uses, Nuclear Fusion/fission, Radioactive Decay & Nuclear Power Flashcards
State the scientific name for a radioactivity detector (1)
Geiger-Müller tube
A teacher has:
• a radioactive source that emits only beta particles
• a metre rule.
• a radioactivity detector
State two precautions the teacher must take to protect herself from the effects of radioactivity. (2)
Keep a safe distance (1)
Point the source away from people (1)
Handle the source with tongs (1)
Limit exposure time (1)
Use shielding (1)
Use gloves (1)
Use a mask (1)
Wear protective clothing (1)
Wear a film badge/monitor (1)
A teacher has:
• a radioactive source that emits only beta particles
• a metre rule.
• a radioactivity detector
Describe how the teacher could show how far beta particles travel in air. (4)
Take measurement without source (1)
Place source in front of detector(1)
Increase the distance (between source and director) (1)
Measure distance (from source to detector) (1)
Take reading from the screen/counter (1)
Until reading gets to background value/constant value (1)
Use same time for each count (1)
Repeat (1)
The mass of a proton is 1.6726 × 10^–27 kg.
The mass of an electron is 9.1094 × 10^–31 kg.
Calculate how many times the mass of a proton is greater than the mass of an electron.
Give your answer to two significant figures. (3)
1.6726 × 10^–27/9.1094 × 10^–31 (1)
1836 (1)
1800 (1)
The student says that the experiment must have been done carelessly because the data
seemed quite scattered away from the best fit line.
The teacher claims such results should be expected in radioactivity experiments.
Justify the teacher’s claim. (2)
The process of radioactive decay is unpredictable/random (1)
There will be variations with each reading/the count rate will not be constant (1)
Radium-223 is a radioactive substance.
Radium-223 is an alpha emitter.
The half-life of radium-223 is 11 days.
A radioactive source contains 1.7 × 10^23 nuclei of radium-223.
Calculate the number of radium-223 nuclei remaining in the source after a time of 33 days. (2)
33 days is 3 half lives (1)
1.7 × 10^23/2 = 8.5x10^22/2 = 4.25x10^22
4.25x10^22/2 = 2.125x10^22
2.125x10^22 (1)
Fluorine-19 is a stable isotope of the element fluorine.
The element fluorine also has several radioactive isotopes.
Describe one similarity and one difference between the numbers of particles in 1 nucleus of fluorine-19 and one nucleus of a radioactive isotope of fluorine. (2)
Same number of protons (1)
Different number of neutrons (1)
Gamma radiation is produced by radioactive decay.
Alpha radiation and beta radiation are also produced by radioactive decay.
Compare the processes of alpha decay and beta decay.
Your answer should include what each radiation is and what effect each decay has on the original nucleus. (6)
The half-life of strontium-90 is 29 years.
The table gives some information about how the mass of a sample of strontium-90 changes with time.
Complete the table. (2)
Mass of strontium-90 in g - time in years
1600 - 0
? - 29
400 - ?
Mass of strontium-90 in g - time in years
1600 - 0
800 - 29
400 - 58
Alpha (α), beta (β) and gamma (γ) are 3 types of radioactive emissions. Which statement describes all of these radioactive emissions? (1)
A ionising and emitted by stable nuclei
B ionising and emitted by unstable nuclei
C neutral and emitted by stable nuclei
D neutral and emitted by unstable nuclei
ionising and emitted by unstable nuclei
Sometimes food can become contaminated with radioactive substances.
Describe the harmful effects of eating food contaminated with radioactive substances. (2)
Radioactive substances in the food/body (1)
Emit radiation from inside body (1)
Damage body cells (1)
Carbon-14 is radioactive and has a half-life of 5,700 years.
The number of radioactive carbon-14 atoms in a very old piece of wood is found to have
decreased from 1 000 000 to 125 000.
Determine the age of the piece of wood. (2)
125000/1000000 = 1/8 (1)
17100 (1)
Radioactive isotopes may be placed inside the body for treatment.
The energy absorbed by tissue in the body needs to be known.
The number of joules of energy absorbed by each kilogram of tissue is measured in one of
the units shown.
This unit is (1)
A kg/W
B J/kg
C kg/J
D W/kg
J/kg
The half-life of cobalt-60 is 5 years.
A school cobalt source had an activity of 38.5 kBq in the year 2000.
Estimate the activity of this source in the year 2020. (3)
4 half lives (1)
1/16 (1)
2.4 (1)
A radioactive rock is placed near to the front of a Geiger-Müller (GM) tube.
A radioactivity count-rate is first made in air.
The count-rate is measured again with each of three different absorbers between the rock
and the GM tube.
3cm of air- 1272 count-rate per minute
Thin sheet of paper- 931 count-rate per minute
3mm thick sheet of aluminium- 328 CR/minute
2cm thick sheet of lead- 21 count-rate/minute
A scientist has an idea that the rock emits three different types of radiation.
Explain how the data in this table supports the scientist’s idea. (6)
• shows some idea that the data can support arguments about alpha, beta and gamma radiation being present
• argues that there is some evidence that alpha might be emitted (count rate going down with paper interposed)
• argues that there is a lot of evidence that beta parti-cles are emitted (count rate goes down a lot when the aluminium is inserted)
• argues that there might be some gamma getting through (lead stopping everything apart from gamma) OR that with the lead present the count rate has gone down to a level consistent with background, so no gamma was present
A Geiger-Muller (G-M) tube is attached to a counter.
The G-M tube is used to measure the activity of a source of beta (β) radiation.
There is an aluminium sheet between the beta source and the G-M tube.
The counter is switched on and after 1 minute shows a count of 268.
The aluminium sheet is taken away.
The counter is reset to 0 and then switched on again.
A new count is taken for 1 minute.
Explain why the new count is greater than 268. (2)
There’s no aluminium to absorb β particles (1)
Therefore, more β particles reach the Geiger-Muller tube (1)
The beta source is taken away.
The counter is reset to zero and switched on again.
A new count is taken for 1 minute.
Give a reason why there would now be a reading on the counter. (1)
Background radiation
State the SI unit for the activity of a radioactive source. (1)
Becquerel
The typical size of an atom is (1)
A 10^–5 m
B 10^–10 m
C 10^–15 m
D 10^–20 m
10^–10 m
Which decay is it when a proton turns into a neutron and 1 other particle?
(1)
A alpha
B beta minus
C beta plus
D gamma
beta plus
Describe how a teacher should use a Geiger-Müller (GM) tube to compare the count-rates
from two different radioactive rocks. (4)
Put rocks in front of/near the GM tube (1)
Measure the count rate separately for both rocks (1)
Measure each count for the same time period (1)
Keep source-detector the same distance from both rocks (1)
Measure background radiation (1)
Repeat readings and averages (1)
State two sources of background radiation. (2)
Cosmic rays (1)
Sun (1)
Rocks/ground (1)
Nuclear waste (1)
Nuclear power stations (1)
Plant sources (1)
Buildings (1)
Food (1)
Water (1)
Medical (1)
Radon (1)
Radioactive substances are used in the generation of electricity.
State two other uses of radioactive substances. (2)
Smoke alarm (1)
Food irradiation (1)
Sterilising (1)
Detecting leaks/cracks (1)
Gauging thickness (1)
In medicine diagnostic (1)
In medicine therapeutic (1)
Dating archaeological samples (1)
Energy from the nuclei of atoms can be used in medical diagnosis and treatment.
Fluorine-18 is a radioactive isotope used in PET scanners for medical diagnosis.
Explain why fluorine-18 must be produced close to the hospital where it is used. (2)
Fluorine-18 has a short half life (1)
So it must be used as soon as possible after making (1)
Some tumours inside the body can be treated by using either alpha radiation or gamma
radiation.
Explain why the source of alpha radiation is usually inside the body but the source of gamma radiation can be outside the body. (4)
Alpha has short range/low penetration (1)
So needs to be close to the tumour (1)
Gamma has long range/high penetration (1)
So can get into the body from outside (1)
Which of these radiations is both electromagnetic and ionising?
(1)
A alpha
B beta minus
C gamma
D neutron
Gamma
Which type of radiation will travel the shortest distance in air?
(1)
A alpha
B beta minus
C beta plus
D gamma
Alpha
Both U-235 and oil can be used as energy sources for generating electricity.
1 kg of natural uranium can result in the generation of 45 000 units of electricity.
1 kg of oil can result in the generation of 5.0 units of electricity.
Calculate the mass of oil needed to generate the same amount of electricity as 1kg of
natural uranium. (2)
45,000/5 (1)
9000 (1)
Nuclear fission and nuclear fusion are two non-renewable sources of energy.
Compare nuclear fission and nuclear fusion as possible sources of energy for generating
electricity using a nuclear reactor.
Your comparison should refer to
• the differences between nuclear fission and nuclear fusion
• the relative advantages and difficulties involved in using these sources.
(6)
FISSION: • (heavy) nucleus split • by a neutron • releases 2 daughter nuclei more neutrons energy • starts chain reaction
advantages: • already in use
disadvantages: • waste is radioactive • hard to dispose of • risk of accident
FUSION: • (light) nuclei joined • at high energy/temperature/pressure/particle density • releases (eg) helium energy
advantages: • no harmfOl waste products disadvantages: • not achieved yet (on a practicable scale) • difficulty in achieving high energy/temperature/pressure/particle density
Stars may originate as a nebula.
Describe the process that then occurs to produce the conditions necessary for nuclear
fusion in a new star. (3)
Nebula collapses (1)
Under gravity (1)
GPE converted to KE/high temperatures, pressures reached (1)